02.4. Department of Industrial Engineering

Bibliometrics Email Alert

Card

Organization name
02.4. Department of Industrial Engineering
Director
Parent OrgUnit
City
Ankara
Country
Turkey

OrgUnit's Researchers publications
(Dept/Workgroup Publication)

Refined By:
Date Issued:  [2010 TO 2019]
Date Issued:  2013

Results 1-13 of 13 (Search time: 0.002 seconds).

Issue DateTitleAuthor(s)
1Jan-2013An Algorithm for the solution of second order Fuzzy Initial Value ProblemAkın, Ömer ; Khaniyev, Tahir ; Oruc, O.; Türkşen, İ. B.
22013Approximation formulas for the ergodic moments of gaussian random walk with a reflecting barrierKhaniyev, Tahir ; Gever, Başak; Mammadova, Z.
32013An asymptotic approach for a semi-Markovian inventory model of type (s, S)Khaniyev, Tahir ; Kokangül, Ali; Aliyev, Rovshan
42013Asymptotic expansions for a renewal-reward process with Weibull distributed interference of chanceOkur, Nurgül Bekar; Alıyev, Rovshan; Khaniyev, Tahir 
52013A comparison of artificial neural network and multinomial logit models in predicting mergersFescioğlu, Ünver, Nilgün ; Tanyeri, Başak
62013Ergodic distribution for a fuzzy inventory model of type (s, S) with gamma distributed demandsKhaniyev, Tahir ; Türkşen, İsmail Burhan ; Gökpınar, Fikri; Gever, Başak
72013Esnek işlemli akış tipi sistemlerde üretim hızının enbüyüklenmesi: Esnekliğin getirisi, matematiksel modelleme ve çözüm teknikleriGültekin, Hakan ; İşler, Fatma; Sucu, Seda; Aktürk, M. Selim
82013ForewordKhaniyev, Tahir 
92013Limit distribution for a semi-Markovian random walk with Weibull distributed interference of chanceKesemen, Tülay; Aliyev, Rovshan; Khaniyev, Tahir 
102013Technology and Financial Crisis: Economical and Analytical Views ForewordKhaniyev, Tahir 
112013Transformation on diffusion processes and first passage time to the moving boundariesAksop, C.; Çelebioğlu S.; Khaniyev, Tahir 
122013Two-machine flowshop scheduling with flexible operations and controllable processing timesUruk, Zeynep; Gültekin, Hakan ; Aktürk, M. Selim
132013The Weak Convergence Theorem for the Distribution of the Maximum of a Gaussian Random Walk and Approximation Formulas for its MomentsGökmar, Fikri; Khaniyev, Tahir ; Mammadova, Zulfiyya